Answer:
a. Average return = 5.55%
b. Average return = 6.88%
c. Average return = 4.75%
d. Bank increase per check fees = $.0257
Explanation:
a.)
Interest earned on first $500 = $500×0×6 / 12 = $0
Interest earned on next $1000 = $1000×0.04×6 / 12= $20
Now,
Fees earned on checks = ($.05 - $.02)×60×12 = $21.6
So,
Total interest earned = $20 + $21.6 = $41.6
Given,
Average balance maintained = $750
So,
Average return = $41.6 / $750 = 5.55%
b.)
Interest earned on first $500 = $500×0.04×6 / 12 = $10
Interest earned on next $1000 = $1000×0.04×6 / 12 = $20
Now,
Fees earned on checks = ($.05 - $.02)×60×12 = $21.6
So,
Total interest earned = $10 + $20 + $21.6 = $51.6
Given that,
Average balance maintained = $750
So,
Average return = $51.6 / $750 = 6.88%
c.)
Interest earned on first $100 = $100×0.04×6 / 12 = $2
Interest earned on next $600 = $600×0.04×6 / 12 = $12
Now,
Fees earned on checks = ($.05 - $.02)×60×12 = $21.6
So,
Total interest earned = $2 + $12 + $21.6 = $35.6
Given that,
Average balance maintained = $750
So,
Average return = $35.6 / $750 = 4.75%
d.)
Total interest earned = $750×0.05 = $37.5
So,
fees earned on checks = $37.5 - $20 = $17.5
Subsidiary per check = $17.5 / 60×12 = $.0243
So,
Bank increase per check fees = $.05 – $.0243 = $.0257